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Original scientific paper

Properties of the distributional finite Fourier transform

Richard D. Carmichael ; Department of Mathematics, Wake Forest University, Winston-Salem, NC 27109, U.S.A.

Full text: english pdf 166 Kb

page 431-445

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The analytic functions in tubes which obtain the distributional finite Fourier transform as boundary value are shown to have a strong boundedness property and to be recoverable as a Fourier-Laplace transform, a distributional finite Fourier transform, and as a Cauchy integral of a distribution associated with the boundary value.


Analytic functions, distributions, finite Fourier transform, Cauchy integral

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